Refraction and its connection quantum gravity

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SUMMARY

The discussion centers on the relationship between light refraction and gravity, particularly in the context of quantum gravity. A paper by Petarpa Boonserm et al. introduces the concept of an "effective refractive index tensor" for weak field gravity, which describes gravitational lensing using a 3 x 3 tensor. However, participants conclude that the usual refraction of light is not influenced by gravitational forces but rather by electromagnetic field effects related to the material through which light travels. Gravitational effects on light are significant only at large scales, requiring substantial mass to exert noticeable influence.

PREREQUISITES
  • Understanding of gravitational lensing and its mathematical representation.
  • Familiarity with the concept of effective refractive index in optics.
  • Knowledge of electromagnetic field theory and its effects on light propagation.
  • Basic principles of quantum gravity and its implications in physics.
NEXT STEPS
  • Research the mathematical framework of gravitational lensing and the effective refractive index tensor.
  • Study the electromagnetic field effects on light in various materials.
  • Explore the implications of anisotropic stresses in gravitational fields.
  • Investigate the principles of quantum gravity and its relationship with classical gravity.
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Physicists, optical engineers, and researchers interested in the intersection of light behavior and gravitational theories, particularly those exploring quantum gravity concepts.

fet2105
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For a while I have wondered if the refraction of light had any connection to gravity on small scales (dare I say . . . quantum gravity?!?). I found this paper in the Cornell University Library. Below is the link and a copy of the opening synopsis that anyone can see without downloading it. . . . Is the "effective refractive index" a mere coincidence of their words with my thoughts? Any thoughts anybody?

"Effective refractive index tensor for weak field gravity

Petarpa Boonserm, Celine Cattoen, Tristan Faber, Matt Visser, Silke Weinfurtner (Victoria University, New Zealand)
(Submitted on 8 Nov 2004 (v1), last revised 18 Mar 2005 (this version, v2))
Gravitational lensing in a weak but otherwise arbitrary gravitational field can be described in terms of a 3 x 3 tensor, the "effective refractive index". If the sources generating the gravitational field all have small internal fluxes, stresses, and pressures, then this tensor is automatically isotropic and the "effective refractive index" is simply a scalar that can be determined in terms of a classic result involving the Newtonian gravitational potential. In contrast if anisotropic stresses are ever important then the gravitational field acts similarly to an anisotropic crystal. We derive simple formulae for the refractive index tensor, and indicate some situations in which this will be important."

quote taken from:http://arxiv.org/abs/gr-qc/0411034
 
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fet2105 said:
For a while I have wondered if the refraction of light had any connection to gravity on small scales ...

The short answer is no. :smile:

The usual refraction of light is not a function of gravitational forces. This is instead a electromagnetic field effect which is a function of the material the light is passing through (and the effective speed of light in that material).

There are gravitational effects that can do much the same thing, but these are seen only in the large scale (as per the article you reference). This is because gravity can slow light, but is relatively weak - and therefore requires the presence of a lot of mass to exert much effect.
 

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